steadiness number

简明释义

稳定特征数

英英释义

例句

1.In the flight simulation, the pilot was trained to maintain a steady steadiness number during turbulence.

在飞行模拟中，飞行员接受训练以在湍流期间保持稳定的稳态数。

2.The engineer calculated the steadiness number to determine the stability of the structure under load.

工程师计算了稳态数以确定结构在负载下的稳定性。

3.The research team found that the steadiness number is crucial for predicting the behavior of the fluid.

研究小组发现，稳态数对预测流体的行为至关重要。

4.A higher steadiness number indicates better performance in turbulent conditions.

更高的稳态数表示在湍流条件下的更好性能。

5.To improve safety, the steadiness number must be monitored continuously during operations.

为了提高安全性，必须在操作过程中持续监测稳态数。

作文

In the realm of mathematics and engineering, various concepts help us understand stability and performance. One such concept is the steadiness number, which plays a crucial role in assessing the stability of systems, particularly in fluid dynamics and control systems. The steadiness number is a dimensionless quantity that provides insights into how stable a system is under certain conditions. It helps engineers and scientists determine whether a system can maintain its intended performance without oscillations or deviations that could lead to failure.The significance of the steadiness number becomes apparent when we consider its applications. For instance, in fluid dynamics, it can be used to evaluate the flow of fluids in pipes or channels. A high steadiness number indicates that the flow is steady and predictable, while a low value might suggest turbulence or instability, which could result in inefficiencies or even catastrophic failures.In control systems, the steadiness number is equally important. It helps engineers design feedback loops that maintain the desired output despite external disturbances. By analyzing the steadiness number, engineers can fine-tune their systems to ensure that they respond appropriately to changes in input, thereby enhancing reliability and performance.Understanding the steadiness number requires a grasp of the principles of dynamics and stability. It involves not only mathematical calculations but also a conceptual understanding of how different variables interact within a system. This understanding is vital for anyone involved in designing or analyzing systems where stability is paramount.Moreover, the steadiness number can be influenced by several factors, including the properties of the materials involved, the design of the system, and the operating conditions. For example, in a mechanical system, the stiffness of the components can affect the steadiness number. In fluid systems, factors such as viscosity and density play a significant role. Therefore, it is essential for engineers to consider these variables when evaluating the steadiness number to ensure optimal performance.In conclusion, the steadiness number is a fundamental concept in understanding the stability of various systems. Its applications in fields such as fluid dynamics and control systems highlight its importance in ensuring that systems operate efficiently and reliably. As technology advances and systems become more complex, the need for precise measurements and assessments of the steadiness number will continue to grow. Engineers and scientists must remain vigilant in their efforts to understand and apply this concept, as it will undoubtedly play a critical role in the future of engineering and technology.

在数学和工程领域，各种概念帮助我们理解稳定性和性能。其中一个重要的概念是稳态数，它在评估系统的稳定性方面发挥着关键作用，特别是在流体动力学和控制系统中。稳态数是一个无量纲量，提供了关于系统在特定条件下稳定性的洞察。它帮助工程师和科学家确定系统是否能够在没有震荡或偏差的情况下维持其预期性能，这些偏差可能导致故障。稳态数的重要性在于其应用。例如，在流体动力学中，它可以用于评估管道或通道中的流体流动。高稳态数表明流动是稳定和可预测的，而低值可能表明湍流或不稳定，这可能导致效率低下甚至灾难性故障。在控制系统中，稳态数同样重要。它帮助工程师设计反馈回路，以在外部干扰下保持所需的输出。通过分析稳态数，工程师可以微调他们的系统，以确保它们对输入变化做出适当反应，从而增强可靠性和性能。理解稳态数需要掌握动力学和稳定性原理。这不仅涉及数学计算，还涉及对不同变量在系统内如何相互作用的概念理解。这种理解对于任何参与设计或分析稳定性至关重要的系统的人来说都是必不可少的。此外，稳态数可以受到多种因素的影响，包括所涉及材料的性质、系统的设计和操作条件。例如，在机械系统中，组件的刚度会影响稳态数。在流体系统中，粘度和密度等因素也起着重要作用。因此，工程师在评估稳态数时必须考虑这些变量，以确保最佳性能。总之，稳态数是理解各种系统稳定性的基本概念。它在流体动力学和控制系统等领域的应用突显了其在确保系统高效和可靠运行方面的重要性。随着技术的进步和系统变得越来越复杂，对稳态数的精确测量和评估的需求将继续增长。工程师和科学家必须在理解和应用这一概念的努力中保持警惕，因为它无疑将在工程和技术的未来中发挥关键作用。